Determine Ixx for the cone frustum, which has base radii ₁ and ₂ and mass m. h- la G 72 x
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- Locate the center of mass x̄ of the straight rod if itsmass per unit length is given by m = m0(1 + x2/L2).The composite plate is made from both steel (A) and brass (B) segments. Take ρst = 7.85 Mg/m^3 and ρbr = 8.74 Mg/m^3. Suppose that L = 150 mm 1. Determine the Mass 2. Determine location ( x¯, y¯, z¯) of its mass center GSolve Prob. 7.29 if =0.
- Compute its initial metacentric height and determine whether the body is stable or not.The cylinder has a mass of 30 kg and is mounted on an axle that is supported by bearings at A and B. If the axle is turning at 40 rad/s (direction see figure) determine the vertical components of force acting at the bearings at this instantQ1: The Gravity wall is made of Concrete, determine the Center of Mass G (X, Y) of the wall?
- Determine the location y¯y¯ of the centroidal axis x¯−x¯x¯−x¯ of the beam's cross-sectional area. Neglect the size of the corner welds at AA and BB for the calculation. Take rrr = 66 mmmm .Determine the mass of the R-134a.Two uniform spheres are positioned as shown. Determine the gravitational force F which the titanium sphere exerts on the copper sphere. The value of R is 55 mm. Assume a= 4.4, b= 2.5, theta = 29%
- Determine the distance H¯ from the bottom of the base to the mass center of the bracket casting.Find the centre of mass of the object below. Let the lengths be: d1 = 160mm, d2 = 270 mm, d3= 200 mm, d4 = 210 mm, d5 = 300mm, d6 = 240mm.The ends of the three cables are attached to a ring at A and to the edge of the uniform plate. Determine the largest mass the plate can have if each cable can support a maximum tension of 15 kN.